The chapter goes over the scientific method as religiously defined. It places the 0� within the methods of science as the science was placed within religions. Then mathematics is covered giving the real algebraic axioms. These axioms include 3 axioms that are not currently in algebra.
The 3 axioms refer to the Infinity concept and prove to be the foundation for calculus. They are:
|
Axiom |
Description |
|
1.) 0/0 = � /� = a |
Divisibility of Creation |
|
2.) a+� = � , a*� = � ; a <> 0 |
Infinity Identity (Infinite Self) |
|
3.) 0*�=a, [a/� = 0 and a/0=� ; a <> 0] |
Multiplication of Creation |
Then once these axioms are defined, the 0 and infinity is thoroughly discussed as the undivided. This chapter lays the mathematical foundation as well, because math is the foundation of science.
Nothing is infinitely multiplied to form something and then this something is infinitely divided to form nothing again. This is the process of the Universe. For in order to create, that which was created must not have existed or else it would be made instead of created. And in order to evolve, that which evolves must have been involved as stated in earlier chapters.
Next - Chapter 4 Summary .
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© 2001 By Daryl E. Waite ([email protected])
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